Bruno Tassone

### Questions (9)

 4 Show that the following function is differentiable 2 Help proving Lie's Theorem 2 Finding unique linear transformation in tensor product. 2 Inequality on self adjoint operator eigenvalues 2 Bilinear forms and basis.

### Reputation (175)

 +10 Help proving Lie's Theorem +10 Prove that if $\textsf V$ is finite-dimensional, then $\textsf V = \operatorname{im}(\textsf T) \oplus \ker(\textsf T)$ +20 Show that the following function is differentiable +5 Finding unique linear transformation in tensor product.

 2 Show that if $p(x)$ is not divisible over integral domain then $p(x+a)$ is also not divisible. 2 Eigenvalues of a matrix whose square is zero 1 Prove that if $\textsf V$ is finite-dimensional, then $\textsf V = \operatorname{im}(\textsf T) \oplus \ker(\textsf T)$ 1 Remainder operator of polynomials 0 Problem to understand $\mathbb R^2$. Does $(x,y)$ depend on a basis?

### Tags (19)

 4 linear-algebra × 12 2 nilpotence 2 eigenvalues-eigenvectors × 2 2 matrix-equations 2 matrices × 2 1 vector-spaces 2 divisibility 1 linear-transformations 2 polynomials 0 inner-product-space × 4

### Account (1)

 Mathematics 175 rep 88 bronze badges